Understanding Lab Grown Diamond Necklaces: A Complete Guide

Diamond necklaces are one of the best accessories that make a statement.

While it may not be easy for everyone to buy a real diamond necklace, lab grown diamond necklaces are easily accessible to all.

Lab grown diamond necklaces are created with man made diamonds, which are affordable, sustainable, and have many other benefits.

In this blog, you will learn all about lab grown diamond necklaces, types of diamond necklaces, how to select, and more.

How lab create diamond necklaces differ from natural diamond necklaces

Here are some factors that help understand how lab grown diamond necklaces are different from natural diamonds.

	Lab grown diamond necklace	Natural diamond necklace
Origin	Created through scientific methods in laboratories.	For naturally under the Earth’s surface.
Formation method	Created using two methods: High Pressure High Temperature (HPHT) and Chemical Vapor Deposition (CVD)	Formed through natural processes under the Earth’s surface, involving pressure, temperature, and chemical processes.
Purity	Does not contain impurities as it is made through controlled processes.	May contain gases and chemicals, such as nitrogen, boron, and other impurities.
Cost	30 to 50% cheaper than natural diamonds and hence, more affordable.	Highly priced due to the extraction process and hence, not accessible to all.
Customization	Can be customized for carat weight, color, and clarity.	Cannot be customized for carat, color, and clarity, as it is formed naturally.

Why are lab grown diamonds used in fine jewelry?

Lab created diamonds appeal to customers for their ethical considerations. Lab diamonds follow ethical practices, avoid environmental harm, and maintain supply chain transparency.
Lab grown diamonds are cost effective and hence cheaper than natural diamonds, making them a preferred choice for lab diamond necklaces and other jewelry.
Creating diamonds in labs can ensure consistency and higher quality compared to natural diamonds, making it easier to use lab diamonds for mass jewelry production.
Customization is possible in lab diamonds, hence, jewelers, retailers, and designers can custom make them for color, clarity, and carat weight to make identical jewelry pieces. For instance, a matching lab created diamond necklace and earrings set.
The environmental impact of man made diamonds is much less compared to mined diamonds and hence, an increasing number of conscious consumers prefer to buy lab grown diamond jewelry.

Key factors to consider when choosing a lab grown diamond necklace

Diamond quality (The 4Cs)

The 4Cs—cut, color, clarity, and carat weight—are the most basic parameters for grading or assessing lab made diamonds.

Clarity

Refers to the absence of inclusions or blemishes in the diamond. Clarity enables light to pass through and reflect, leading to sparkle and brilliance. If you’re looking for everyday wear lab created diamond necklaces, you can choose slightly lower clarity grades, such as VS2.

Color

Colorless diamonds are the most desirable. Lab grown diamonds are graded on the scale of D to Z, where D is completely colorless, and Z is slightly yellowish. The color of the diamond can make the necklace look smaller or bigger. Moreover, the color of the metal should also be considered when buying diamond necklaces.

Carat weight

The carat weight of a diamond is not its size, but its weight. 1 carat lab grown diamond equals 200 milligrams. Carat weight depends on various factors, such as the diamond shape, cut, and other factors.

Cut

The cut of the diamond is what gives it shape and surface finish. Cut also influences the lab grown diamond necklaces fire, brilliance, and overall performance as it impacts the way light travels through the diamond.

Lab grown diamond necklace length and style

A factor that affects the style and comfort of the diamond necklace is the length. The length has an aesthetic purpose; it has to suit the neckline and body type. Here are some lengths and styles to consider when buying a lab created diamond necklace.

1. Choker length: This one is high on the neck, emphasizes the neck and jawline. It makes a bold statement and is suited to evening wear or low necklines.

2. Princess length: One of the most popular, the princess length lab grown diamond necklace falls below the collarbone. Its length suits all necklines, making it ideal for every occasion.

3. Matinee length: It falls below the collarbone. It pairs well with crew necks and high necklines. This style works well for casual and professional attire.

4. Opera length: This is a longer style, falling below the bust. It suits evening wear and can be enhanced with a layered choker.

Here are some tips:

The style must match the diamond and the overall aesthetics of the piece.
Delicate and thin chains go well with smaller lab diamonds.
Larger diamonds, for instance, a 2 carat lab grown diamond necklace should be paired with heavier chains.
Box chains go well with contemporary designs.
Lab grown diamond tennis necklaces don't have separate chains as the diamonds connect through their settings.

Metal types used in lab grown diamond necklaces

When choosing a metal, it is essential to keep a few factors in mind. From the carat 24k (pure), 18k (75% gold), and 14k (58.3% gold), to the tone of the metal and whether it balances with the skin tone and necklace design, all are important parameters to choose your metal.

1. Platinum

One of the most durable metals, platinum’s white color lends well to lab grown diamond necklaces. It has a high density, which provides security for diamond settings. Platinum goes well with premium pricing of large lab created diamonds.

2. White gold

White gold looks similar to platinum but is more affordable. White gold has a plating of metals and hence requires more maintenance and careful use. However, it is still a preferred choice for lab grown diamond necklaces.

3. Yellow gold

Yellow gold has a warm visual appeal and requires less maintenance compared to white gold as it does not have plating. Lab grown diamonds with slightly warm tint, such as I-J color grades go well with yellow gold for necklaces.

4. Rose gold

Gaining popularity, rose gold is made with copper alloys and does not require any plating. It pairs well with round and cushion-cut lab grown diamonds.

Popular types of lab grown diamond necklaces

1. Solitaire lab grown diamond necklaces

Featuring a single diamond as a centerpiece, solitaire diamond necklaces are classic and versatile. These types of necklaces have one delicate diamond in a chain. They style well with casual as well as formal clothes. The design also influences how well the diamond sparkles. For instance, a four-prong setting maximizes light entry.

2. Pendant-style lab created diamond necklaces

Pendant necklaces feature a diamond pendant hanging on the chain. The pendant can have various shapes, such as heart, geometric, round, square, etc., based on the design and shape of the lab diamond. It is essential to note that the pendant is proportionate to the chain otherwise the lab grown diamond necklace can look off-balance.

3. Lab grown diamond tennis necklace

Tennis necklaces feature a continuous line of lab grown diamonds that drape around the neck. They are also called line bracelets. These types of necklaces are associated with tennis players and hence, the name. Lab grown diamond tennis necklaces are more accessible and affordable compared to natural diamond necklaces.

4. Halo and cluster necklace designs

Halo diamonds feature a center diamond and accent diamonds or smaller diamonds around it. Halo diamond necklaces can be round, oval, square, or other geometric designs. These designs can also have a cluster of diamonds at the center with small diamonds around the cluster.

5. Station and layered necklace styles

Station necklaces feature individual diamonds placed at intervals on a chain. Unlike a tennis lab grown diamond necklace, station necklace styles do not have a continuous line of diamonds, and hence, they are more affordable. The spacing, diamond size, and chain thickness have to be in balance with each other.

Certification, quality assurance, and authenticity

When buying lab grown diamond necklaces, it is essential to check the certificate for grading and authenticity. Here are some lab grown diamond grading certificates:

IGI

The International Gemological Institute (IGI) offers grading certificates for lab grown as well as natural diamonds. The institute follows a standard grading procedure for both types of diamonds.

GIA

The Gemological Institute of America (GIA) is one of the most reputed diamond grading institutes. It assesses diamonds for the 4Cs, offering a detailed report on the various characteristics of diamonds.

AGS

The American Gem Society (AGS) offers detailed grading certificates for cut grading. It uses proprietary analysis tools, offering comprehensive documentation and authentication features for lab grown diamonds and natural diamonds.

GCAL 8X

The Gem Certification And Assurance Lab grades eight different parameters of lab grown diamonds. Unlike other institutes that grade only the 4Cs, GCAL goes beyond and thoroughly examines lab grown diamonds for overall quality.

Pricing and value considerations

What factors influence the price of lab grown diamond necklaces?

The 4Cs grading influences lab diamond necklace price. Higher grades in cut, color, clarity, and carat increase the price.
The type of metal used for the lab created diamond necklace impacts the price of the necklace. For instance, 24K yellow gold costs higher than 18K gold. Moreover, the weight of the necklace or the amount of metal used also influences the price of the necklace.
Another factor that influences the price of lab diamond necklaces is the complexity of design. Simple designs are easier to achieve and hence cost less than complicated designs.
Apart from these direct influences on synthetic diamond necklaces there are indirect costs, such as the amount brands spend on marketing, supply chain expenses, and market economics, etc.

Comparing lab grown diamond and natural diamond necklace pricing

Factors	Lab created diamond necklace	Natural diamond necklace
Cost	Lab diamonds cost 30 to 50% less than mined diamonds	Mined diamonds are significantly more expensive than lab diamonds
Price difference	Example: A 1carat round brilliant lab grown diamond in excellent cut, G color, VS2 clarity might retail for $1,200-1,800	Example: A 1carat round brilliant natural diamond can cost $5,000-7,000
Resale value	The resale value of lab grown diamonds can be less and depends on various factors	Natural diamonds have a higher resale value compared to lab diamonds
Price stability	The price of lab diamonds continuously changes based on production technology and scale	The price of natural diamonds remain stable due to limited supply

Care and maintenance tips for lab grown diamond necklaces

Regular cleaning helps preserve diamond brilliance. It removes the oils, dust, and residues.
Home cleaning involves warm water, mild soap, and soft scrubbing.
Ultrasonic cleaning offers deep cleaning through high-frequency sound waves that help release particles.
Professional cleaning and inspection every few months ensures beauty and proactive maintenance.
Storing the lab grown diamond necklace properly is essential.
Avoid storing multiple pieces together to avoid bruising and breakage.
Avoid contact with chemicals from hairspray, perfumes, cosmetics, etc.
Wear lab created diamond necklaces carefully to avoid chipping and scratching.

Common mistakes to avoid when buying lab created diamond necklaces

Avoid emphasizing too much on the lab diamond carat weight and neglecting other qualities of the diamond. A large diamond does not necessarily mean the best quality. Hence, assess all parameters of the diamond, such as color, clarity, and cut.
Not checking the synthetic diamond necklace certificate for grading and authenticity is another big mistake. Examining the certificate for the origin, manufacturer details, grading parameters and details is important.
When buying a lab grown diamond necklace, one of the most common mistakes people make is to focus more on the diamond and less on the metal. This can negatively impact the visual appeal of the necklace, the pricing, and durability.

Clicks to access to our vast inventory of lab grown diamonds

Wrapping up

Lab grown diamond necklaces have many benefits over natural diamond necklaces. From pricing to durability to variety and authenticity, owning a synthetic diamond necklace is nothing less than making a statement and supporting several good causes.

If you’re looking to purchase or customize a lab grown diamond necklace, explore Grown Diamond Corporation’s latest collection of lab diamonds and necklaces.

FAQs

Question: What makes a lab grown diamond necklace suitable for daily wear?

Answer: Lab grown diamonds have the same durability as natural diamonds (10 on Mohs scale). Secure settings in good quality metals ensure they withstand everyday activities.

Question: How do I choose the right carat size for a diamond necklace?

Answer: Consider factors such as budget, personal style, and occasion. Smaller carats (0.5-1ct) suit everyday wear while larger stones (1.5ct and more) make statement pieces for special occasions.

Question: Which lab created diamond necklace styles work best for formal occasions?

Answer: Solitaire pendants, tennis necklaces, and halo designs in white gold or platinum create elegant, timeless looks for formal settings.

Question: How long do lab grown diamond necklaces last?

Answer: Lab grown diamond necklaces can last forever with proper care, since the diamonds are chemically identical to natural diamonds and equally durable.

Question: Do lab grown diamond necklaces require special care?

Answer: They need the same basic care as natural diamond jewelry, for instance, regular cleaning with mild soap and water, professional inspections, and safe storage.

Question: Can lab grown diamond necklaces be customized?

Answer: Yes, most jewelers offer full customization including diamond shape, carat weight, metal type, setting style, and chain length to match your preferences.

Question: How do lab grown diamond necklaces compare in value over time?

Answer: Lab grown diamonds typically have lower resale value than natural diamonds but offer significantly better initial value, costing 30-50% less for the same quality.

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benefits.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eIn this blog, you will learn all about lab grown diamond necklaces, \u003ca href=\"https://www.growndiamondcorp.com/blog/types-of-diamonds/\"\u003etypes of diamond\u003c/a\u003e necklaces, how to select, and more.\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eHow lab create diamond necklaces differ from natural diamond necklaces\u003c/h2\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eHere are some factors that help understand how lab grown diamond necklaces are different from natural diamonds.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ctable\u003e\r\n\t\u003ctbody\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\u0026nbsp;\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eLab grown diamond necklace\u003c/strong\u003e\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eNatural diamond necklace\u003c/strong\u003e\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eOrigin\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCreated through scientific methods in laboratories.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eFor naturally under the Earth\u0026rsquo;s surface.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eFormation method\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCreated using two methods: \u003ca href=\"https://www.growndiamondcorp.com/blog/hpht-lab-grown-diamonds-history-process-and-benefits/\"\u003eHigh Pressure High Temperature (HPHT)\u003c/a\u003e and \u003ca href=\"https://www.growndiamondcorp.com/blog/cvd-diamonds-are-the-new-trend-and-heres-why-you-should-get-them/\"\u003eChemical Vapor Deposition (CVD)\u003c/a\u003e\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eFormed through natural processes under the Earth\u0026rsquo;s surface, involving pressure, temperature, and chemical processes.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003ePurity\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eDoes not contain impurities as it is made through controlled processes.\u0026nbsp;\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eMay contain gases and chemicals, such as nitrogen, boron, and other impurities.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCost\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003e30 to 50% cheaper than natural diamonds and hence, more affordable.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eHighly priced due to the extraction process and hence, not accessible to all.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCustomization\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCan be customized for carat weight, color, and clarity.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCannot be customized for carat, color, and clarity, as it is formed naturally.\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\u003c/tbody\u003e\r\n\u003c/table\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003e\u0026nbsp;\u003c/h2\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eWhy are lab grown diamonds used in fine jewelry?\u003c/h2\u003e\r\n\r\n\u003cul\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eLab created diamonds appeal to customers for their ethical considerations. \u003ca href=\"https://www.growndiamondcorp.com/blog/lab-grown-diamonds-are-ethical-far-from-child-labor/\"\u003eLab diamonds follow ethical practices\u003c/a\u003e, avoid environmental harm, and maintain supply chain transparency.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003e\u003ca href=\"https://www.growndiamondcorp.com/blog/what-is-the-value-of-lab-grown-diamonds/\"\u003eLab grown diamonds are cost effective\u003c/a\u003e and hence cheaper than natural diamonds, making them a preferred choice for lab diamond necklaces and other jewelry.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eCreating diamonds in labs can ensure consistency and higher quality compared to natural diamonds, making it easier to use lab diamonds for mass jewelry production.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003e\u003ca href=\"https://www.growndiamondcorp.com/bespoke-diamonds/\"\u003eCustomization is possible in lab diamonds\u003c/a\u003e, hence, jewelers, retailers, and designers can custom make them for color, clarity, and carat weight to make identical jewelry pieces. For instance, a matching lab created diamond necklace and earrings set.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/the-real-impact-of-diamond-mining-on-the-environment/\"\u003eenvironmental impact of man made diamonds\u003c/a\u003e is much less compared to mined diamonds and hence, an increasing number of conscious consumers prefer to buy lab grown diamond jewelry.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\u003c/ul\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003e\u0026nbsp;\u003c/h2\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eKey factors to consider when choosing a lab grown diamond necklace\u003c/h2\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eDiamond quality (The 4Cs)\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe 4Cs\u0026mdash;cut, color, clarity, and carat weight\u0026mdash;are the most basic parameters for grading or assessing lab made diamonds.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch4 dir=\"ltr\"\u003eClarity\u003c/h4\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eRefers to the absence of inclusions or blemishes in the diamond. Clarity enables light to pass through and reflect, leading to sparkle and brilliance. If you\u0026rsquo;re looking for everyday wear lab created diamond necklaces, you can choose slightly lower clarity grades, such as VS2.\u003c/p\u003e\r\n\r\n\u003ch4 dir=\"ltr\"\u003eColor\u003c/h4\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eColorless diamonds are the most desirable. Lab grown diamonds are graded on the scale of D to Z, where D is completely colorless, and Z is slightly yellowish. The color of the diamond can make the necklace look smaller or bigger. Moreover, the color of the metal should also be considered when buying diamond necklaces.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch4 dir=\"ltr\"\u003eCarat weight\u003c/h4\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe carat weight of a diamond is not its size, but its weight. 1 carat lab grown diamond equals 200 milligrams. Carat weight depends on various factors, such as the diamond shape, cut, and other factors.\u003c/p\u003e\r\n\r\n\u003ch4 dir=\"ltr\"\u003eCut\u003c/h4\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/the-most-recommended-lab-grown-diamond-cuts/\"\u003ecut of the diamond\u003c/a\u003e is what gives it shape and surface finish. Cut also influences the lab grown diamond necklaces fire, brilliance, and overall performance as it impacts the way light travels through the diamond.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eLab grown diamond necklace length and style\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eA factor that affects the style and comfort of the diamond necklace is the length. The length has an aesthetic purpose; it has to suit the neckline and body type. Here are some lengths and styles to consider when buying a lab created diamond necklace.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e1. Choker length: This one is high on the neck, emphasizes the neck and jawline. It makes a bold statement and is suited to evening wear or low necklines.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e2. Princess length: One of the most popular, the princess length lab grown diamond necklace falls below the collarbone. Its length suits all necklines, making it ideal for every occasion.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e3. Matinee length: It falls below the collarbone. It pairs well with crew necks and high necklines. This style works well for casual and professional attire.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e4. Opera length: This is a longer style, falling below the bust. It suits evening wear and can be enhanced with a layered choker.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eHere are some tips:\u003c/p\u003e\r\n\r\n\u003cul\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eThe style must match the diamond and the overall aesthetics of the piece.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eDelicate and thin chains go well with smaller lab diamonds.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eLarger diamonds, for instance, a \u003ca href=\"https://www.growndiamondcorp.com/blog/how-to-choose-the-best-setting-for-a-2-carat-lab-created-diamond-ring/\"\u003e2 carat lab grown diamond\u003c/a\u003e necklace should be paired with heavier chains.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eBox chains go well with contemporary designs.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eLab grown diamond tennis necklaces don\u0026#39;t have separate chains as the diamonds connect through their settings.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\u003c/ul\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eMetal types used in lab grown diamond necklaces\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eWhen choosing a metal, it is essential to keep a few factors in mind. From the carat 24k (pure), 18k (75% gold), and 14k (58.3% gold), to the tone of the metal and whether it balances with the skin tone and necklace design, all are important parameters to choose your metal.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e1. Platinum\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eOne of the most durable metals, platinum\u0026rsquo;s white color lends well to lab grown diamond necklaces. It has a high density, which provides security for diamond settings. Platinum goes well with premium pricing of large lab created diamonds.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e2. White gold\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eWhite gold looks similar to platinum but is more affordable. White gold has a plating of metals and hence requires more maintenance and careful use. However, it is still a preferred choice for lab grown diamond necklaces.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e3. Yellow gold\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eYellow gold has a warm visual appeal and requires less maintenance compared to white gold as it does not have plating. Lab grown diamonds with slightly warm tint, such as I-J color grades go well with yellow gold for necklaces.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e4. Rose gold\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eGaining popularity, rose gold is made with copper alloys and does not require any plating. It pairs well with round and cushion-cut lab grown diamonds.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003e\u0026nbsp;\u003c/h2\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003ePopular types of lab grown diamond necklaces\u003c/h2\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003e1. Solitaire lab grown diamond necklaces\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eFeaturing a single diamond as a centerpiece, solitaire diamond necklaces are classic and versatile. These types of necklaces have one delicate diamond in a chain. They style well with casual as well as formal clothes. The design also influences how well the diamond sparkles. For instance, a four-prong setting maximizes light entry.\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003e2. Pendant-style lab created diamond necklaces\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003ePendant necklaces feature a diamond pendant hanging on the chain. The pendant can have various shapes, such as heart, geometric, round, square, etc., based on the design and shape of the lab diamond. It is essential to note that the pendant is proportionate to the chain otherwise the lab grown diamond necklace can look off-balance.\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003e3. Lab grown diamond tennis necklace\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eTennis necklaces feature a continuous line of lab grown diamonds that drape around the neck. They are also called line bracelets. These types of necklaces are associated with tennis players and hence, the name. Lab grown diamond tennis necklaces are more accessible and affordable compared to natural diamond necklaces.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003e4. Halo and cluster necklace designs\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eHalo diamonds feature a center diamond and accent diamonds or smaller diamonds around it. Halo diamond necklaces can be round, oval, square, or other geometric designs. These designs can also have a cluster of diamonds at the center with small diamonds around the cluster.\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003e5. Station and layered necklace styles\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eStation necklaces feature individual diamonds placed at intervals on a chain. Unlike a tennis lab grown diamond necklace, station necklace styles do not have a continuous line of diamonds, and hence, they are more affordable. The spacing, diamond size, and chain thickness have to be in balance with each other.\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eCertification, quality assurance, and authenticity\u0026nbsp;\u003c/h2\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eWhen buying lab grown diamond necklaces, it is essential to check the certificate for grading and authenticity. Here are some lab grown diamond grading certificates:\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eIGI\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/are-igi-certified-lab-grown-diamonds-legit/\"\u003eInternational Gemological Institute (IGI)\u003c/a\u003e offers grading certificates for lab grown as well as natural diamonds. The institute follows a standard grading procedure for both types of diamonds.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eGIA\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/why-buy-lab-created-diamonds-with-gia-certified/\"\u003eGemological Institute of America (GIA)\u003c/a\u003e is one of the most reputed diamond grading institutes. It assesses diamonds for the 4Cs, offering a detailed report on the various characteristics of diamonds.\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eAGS\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/ags-ideal-report-by-gia-all-you-need-to-know/\"\u003eAmerican Gem Society (AGS)\u003c/a\u003e offers detailed grading certificates for cut grading. It uses proprietary analysis tools, offering comprehensive documentation and authentication features for \u003ca href=\"https://www.growndiamondcorp.com/blog/can-you-easily-distinguish-between-a-mined-and-a-lab-grown-diamond/\"\u003elab grown diamonds and natural diamonds\u003c/a\u003e.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eGCAL 8X\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eThe Gem Certification And Assurance Lab grades eight different parameters of lab grown diamonds. Unlike other institutes that grade only the 4Cs, GCAL goes beyond and thoroughly examines lab grown diamonds for overall quality.\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003ePricing and value considerations\u003c/h2\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eWhat factors influence the price of lab grown diamond necklaces?\u003c/h3\u003e\r\n\r\n\u003cul\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/the-4cs-of-diamond-grading-all-you-need-to-know/\"\u003e4Cs grading influences lab diamond\u003c/a\u003e necklace price. Higher grades in cut, color, clarity, and carat increase the price.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eThe type of metal used for the lab created diamond necklace impacts the price of the necklace. For instance, 24K yellow gold costs higher than 18K gold. Moreover, the weight of the necklace or the amount of metal used also influences the price of the necklace.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eAnother factor that influences the price of lab diamond necklaces is the complexity of design. Simple designs are easier to achieve and hence cost less than complicated designs.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eApart from these direct influences on \u003ca href=\"https://www.growndiamondcorp.com/blog/types-of-lab-grown-diamonds/\"\u003esynthetic diamond\u003c/a\u003e necklaces there are indirect costs, such as the amount brands spend on marketing, supply chain expenses, and market economics, etc.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\u003c/ul\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003eComparing lab grown diamond and natural diamond necklace pricing\u003c/h3\u003e\r\n\r\n\u003ctable\u003e\r\n\t\u003ctbody\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eFactors\u003c/strong\u003e\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eLab created diamond necklace\u003c/strong\u003e\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eNatural diamond necklace\u003c/strong\u003e\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eCost\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eLab diamonds cost 30 to 50% less than mined diamonds\u0026nbsp;\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eMined diamonds are significantly more expensive than lab diamonds\u0026nbsp;\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003ePrice difference\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eExample: A 1carat round brilliant lab grown diamond in excellent cut, G color, VS2 clarity might retail for $1,200-1,800\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eExample: A 1carat round brilliant natural diamond can cost $5,000-7,000\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eResale value\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eThe \u003ca href=\"https://www.growndiamondcorp.com/blog/what-is-the-value-of-lab-grown-diamonds/\"\u003eresale value of lab grown diamonds\u003c/a\u003e can be less and depends on various factors\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eNatural diamonds have a higher resale value compared to lab diamonds\u0026nbsp;\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\t\u003ctr\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003ePrice stability\u0026nbsp;\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eThe price of lab diamonds continuously changes based on production technology and scale\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\t\u003ctd\u003e\r\n\t\t\t\u003cp dir=\"ltr\"\u003eThe price of natural diamonds remain stable due to limited supply\u003c/p\u003e\r\n\t\t\t\u003c/td\u003e\r\n\t\t\u003c/tr\u003e\r\n\t\u003c/tbody\u003e\r\n\u003c/table\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003e\u0026nbsp;\u003c/h2\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eCare and maintenance tips for lab grown diamond necklaces\u003c/h2\u003e\r\n\r\n\u003cul\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eRegular cleaning helps preserve diamond brilliance. It removes the oils, dust, and residues.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eHome cleaning involves warm water, mild soap, and soft scrubbing.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eUltrasonic cleaning offers deep cleaning through high-frequency sound waves that help release particles.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eProfessional cleaning and inspection every few months ensures beauty and proactive maintenance.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eStoring the lab grown diamond necklace properly is essential.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eAvoid storing multiple pieces together to avoid bruising and breakage.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eAvoid contact with chemicals from hairspray, perfumes, cosmetics, etc.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eWear lab created diamond necklaces carefully to avoid chipping and scratching.\u0026nbsp;\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\u003c/ul\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eCommon mistakes to avoid when buying lab created diamond necklaces\u003c/h2\u003e\r\n\r\n\u003cul\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eAvoid emphasizing too much on the lab diamond carat weight and neglecting other qualities of the diamond. A large diamond does not necessarily mean the best quality. Hence, assess all parameters of the diamond, such as color, clarity, and cut.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eNot checking the synthetic diamond necklace certificate for grading and authenticity is another big mistake. Examining the certificate for the origin, manufacturer details, grading parameters and details is important.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\t\u003cli dir=\"ltr\"\u003e\r\n\t\u003cp dir=\"ltr\"\u003eWhen \u003ca href=\"https://www.growndiamondcorp.com/\"\u003ebuying a lab grown diamond\u003c/a\u003e necklace, one of the most common mistakes people make is to focus more on the diamond and less on the metal. This can negatively impact the visual appeal of the necklace, the pricing, and durability.\u003c/p\u003e\r\n\t\u003c/li\u003e\r\n\u003c/ul\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003ca href=\"https://www.growndiamondcorp.com/register/\"\u003e\u003cimg 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\" style=\"height:500px; width:1080px\" /\u003e\u003c/a\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eClicks to access to our vast inventory of lab grown diamonds\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch2 dir=\"ltr\"\u003eWrapping up\u003c/h2\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eLab grown diamond necklaces have many benefits over natural diamond necklaces. From pricing to durability to variety and authenticity, owning a synthetic diamond necklace is nothing less than making a statement and supporting several good causes.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003eIf you\u0026rsquo;re looking to purchase or customize a lab grown diamond necklace, explore Grown Diamond Corporation\u0026rsquo;s \u003ca href=\"https://www.growndiamondcorp.com/register/\"\u003elatest collection of lab diamonds and necklaces\u003c/a\u003e.\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003ch3 dir=\"ltr\"\u003e\u003cstrong\u003eFAQs\u003c/strong\u003e\u003c/h3\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion: What makes a lab grown diamond necklace suitable for daily wear?\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eLab grown diamonds have the same durability as natural diamonds (10 on Mohs scale). Secure settings in good quality metals ensure they withstand everyday activities.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion: How do I choose the right carat size for a diamond necklace?\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eConsider factors such as budget, personal style, and occasion. Smaller carats (0.5-1ct) suit everyday wear while larger stones (1.5ct and more) make statement pieces for special occasions.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion:\u0026nbsp;Which lab created diamond necklace styles work best for formal occasions?\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eSolitaire pendants, tennis necklaces, and halo designs in white gold or platinum create elegant, timeless looks for formal settings.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion: How long do lab grown diamond necklaces last?\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eLab grown diamond necklaces can last forever with proper care, since the diamonds are chemically identical to natural diamonds and equally durable.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion: Do lab grown diamond necklaces require special care?\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eThey need the same basic care as natural diamond jewelry, for instance, regular cleaning with mild soap and water, professional inspections, and safe storage.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion: Can lab grown diamond necklaces be customized?\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eYes, most jewelers offer full customization including diamond shape, carat weight, metal type, setting style, and chain length to match your preferences.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eQuestion: How do lab grown diamond necklaces compare in value over time?\u003c/strong\u003e\u003c/p\u003e\r\n\r\n\u003cp dir=\"ltr\"\u003e\u003cstrong\u003eAnswer: \u003c/strong\u003eLab grown diamonds typically have lower resale value than natural diamonds but offer significantly better initial value, costing 30-50% less for the same quality.\u003c/p\u003e\r\n\r\n\u003cp\u003e\u003cbr /\u003e\r\n\u003cbr /\u003e\r\n\u0026nbsp;\u003c/p\u003e\r\n","FromDate":null,"ToDate":null,"Image_Url":"lab-grown-diamond-necklaces-detailed-guide.png","Image_Alt":null,"KeyWords":null,"MetaDescription":"Explore lab grown diamond necklaces, compare them with natural diamonds, understand pricing, styles, and certifications before you buy.","MetaTitle":"Lab Grown Diamond Necklaces: Buying Guide","CanonicalLink":null,"MetaContent":null,"SeqNo":null,"Slug":"lab-grown-diamond-necklaces-buying-guide-understanding-lab-grown-diamond-necklaces-a-complete-guide","GetTitle":"understanding-lab-grown-diamond-necklaces-a-complete-guide","GetImageUrl":"https://docs.growndiamondcorp.com/blog/lab-grown-diamond-necklaces-detailed-guide.png"}